Add to ORKGJohnson showed that the only doubly transitive parallelisms of PG(3, q) are exactly the two regular parallelisms in PG(3, 2). This article completely generalizes this result to doubly transitive t-parallelisms of arbitrary finite projective spaces
Two arrangement problems in projective geometries over finite fields are studied, each by imposing t...
A long-standing conjecture is that any transitive finite projective plane is Desarguesian. We make a...
Some new constructions of parallelisms in $PG(3,q)$ are given that produce parallelisms consisting o...
EnProblems involving the idea of parallelism occur in finite geometry and in graph theory. This arti...
AbstractHere we propose a definition of regular parallelism in a linear space not necessarily embedd...
Previously, Biliotti, Jha and Johnson classified all transitive deficiency one partial parallelisms ...
AbstractWe determine, by a computer search, all the cyclic parallelisms of PG(3,5). There are 45 of ...
AbstractNew constructions of parallelisms in PG(3,q) are given with the concept of coset switching o...
A regular parallelism of real projective 3-space PG(3,R) is an equivalence relation on the line spac...
We recall the notions of Clifford and Clifford-like parallelisms in a 3-dimensional projective doubl...
We define generalized Clifford parallelisms in PG(3,F) with the help of a quaternion skew field H o...
We prove the colourful versions of three clasical transversal theorems: The Katchalski-Lewis Theorem...
A garden of parallelisms in $PG(3,R)$ are constructed,where $R$ is the field of real numbers
This article is a contribution to the study of the automorphism groups of finite linear spaces. In p...
We define generalized Clifford parallelisms in PG(3, F) with the help of a quaternion skew field H o...
Two arrangement problems in projective geometries over finite fields are studied, each by imposing t...
A long-standing conjecture is that any transitive finite projective plane is Desarguesian. We make a...
Some new constructions of parallelisms in $PG(3,q)$ are given that produce parallelisms consisting o...
EnProblems involving the idea of parallelism occur in finite geometry and in graph theory. This arti...
AbstractHere we propose a definition of regular parallelism in a linear space not necessarily embedd...
Previously, Biliotti, Jha and Johnson classified all transitive deficiency one partial parallelisms ...
AbstractWe determine, by a computer search, all the cyclic parallelisms of PG(3,5). There are 45 of ...
AbstractNew constructions of parallelisms in PG(3,q) are given with the concept of coset switching o...
A regular parallelism of real projective 3-space PG(3,R) is an equivalence relation on the line spac...
We recall the notions of Clifford and Clifford-like parallelisms in a 3-dimensional projective doubl...
We define generalized Clifford parallelisms in PG(3,F) with the help of a quaternion skew field H o...
We prove the colourful versions of three clasical transversal theorems: The Katchalski-Lewis Theorem...
A garden of parallelisms in $PG(3,R)$ are constructed,where $R$ is the field of real numbers
This article is a contribution to the study of the automorphism groups of finite linear spaces. In p...
We define generalized Clifford parallelisms in PG(3, F) with the help of a quaternion skew field H o...
Two arrangement problems in projective geometries over finite fields are studied, each by imposing t...
A long-standing conjecture is that any transitive finite projective plane is Desarguesian. We make a...
Some new constructions of parallelisms in $PG(3,q)$ are given that produce parallelisms consisting o...